Question

examples for hermitian adjoint​

Answer 1

Answer:

The following properties of the Hermitian adjoint of bounded operators are immediate:

Involutivity: A∗∗ = A.

If A is invertible, then so is A∗, with.

Anti-linearity: (A + B)∗ = A∗ + B. ∗ (λA)∗ = λA∗, where λ denotes the complex conjugate of the complex number λ

"Anti-distributivity": (AB)∗ = B∗A∗

Answer 2

Answer:

The following properties of the Hermitian adjoint of bounded operators are immediate:

Involutivity: A∗∗ = A.

If A is invertible, then so is A∗, with.

Anti-linearity: (A + B)∗ = A∗ + B. ∗ (λA)∗ = λA∗, where λ denotes the complex conjugate of the complex number λ

"Anti-distributivity": (AB)∗ = B∗A∗

Step-by-step explanation:

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